First-hitting-time model

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Pythagoras0 (토론 | 기여)님의 2020년 12월 28일 (월) 21:24 판 (→‎노트: 새 문단)
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말뭉치

  1. In statistics, first-hitting-time models are a sub-class of survival models.[1]
  2. A common example of a first-hitting-time model is a ruin problem, such as Gambler's ruin.[1]
  3. First-hitting-time models can be applied to expected lifetimes, of patients or mechanical devices.[1]
  4. An approach was developed to describe the first passage time (FPT) in multistep stochastic processes with discrete states governed by a master equation (ME).[2]
  5. The importance of first-passage phenomena stems from its fundamental role in stochastic processes that are triggered by a first passage event.[3]
  6. In the first-passage time model, the trigger process can be either an accounting ratio or a market price.[4]
  7. Equation (15) also shows that the CoCos pricing problem is the first-passage time problem of two different Lévy processes (2) and (11).[4]
  8. Since rare forms of Lévy process have solved first-passage time problem, it is not easy to give closed-form expression for CoCos price if these two Lévy processes have different forms.[4]
  9. The Lévy framework shows hybrid nature of CoCos intuitively and reduces the CoCos pricing problem to the first-passage time problem of trigger process.[4]
  10. First-passage-time distribution for Wiener processes has a single peak, while that for stocks exhibits a notable second peak within a trading day.[5]
  11. In particular, we obtain the mean first passage time for CTRW processes with truncated power-law transition time distribution.[6]
  12. Approximation of the first passage time density of a Wiener process to an exponentially decaying boundary by two-piecewise linear threshold.[7]
  13. Furthermore, the derivation of closed-form analytical solutions to the first passage probability for nonstationary processes has not been very successful except for Gaussian process.[8]
  14. At the first passage time, a node in the network is able to process the packets that are transmitted as parts of the calibration.[9]
  15. On the First Passage Time Across a Given Level for Processes with Independent Increments.[10]

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